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)
SEDIP ofereix serveis d’enginyeria per la industria productiva en el camp de la consultoria, assessoria, gestió, projecció i control en la execució. Col·laborant en projectes d’ampliacions, millores i noves instal·lacions. Centrats sempre en trobar les millor solucions possibles per la operativitat, productivitat, qualitat, seguretat i facilitat de manteniment de les instal·lacions industrials dels nostres clients.
https://www.sedip.net
![](data:image/png;base64,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)
Suport a grups de recerca en el processament, anàlisi, visualització i interpretació de dades Òmiques (high-throughput), així com proporcionar infraestructura IT, formació i serveis de consultoria. Desenvolupament de workflows i pipelines bioinformàtics. Donar suport als científics en el processament, anàlisi, interpretació i publicació de dades de Next Generation Sequencing. Analitzar i integrar dades òmiques per respondre qüestions científiques complexes. Oferir serveis de formació i consultoria a grups d'investigació.
sergisayolspuig@gmail.com
Telèfon: 666 083 638
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)
Professional “freelance” especialitat en el sector de l’automòbil i les seves variants.
Adquisició vehicles: Ajudem a prendre la millor decisió amb l’elecció del vehicle més adient a les necessitats d’utilització(Compra, Leasing, Renting). Fem estudis tant tècnics com financer i fiscals.
Transformacions: Assessorament a empreses que necessiten una adaptació del vehicle. Especialització en adaptacions per a persones amb mobilitat reduïda. Modificació del combustible emprat a GLP per la reducció de NOx i el CO2.
Transport de mercaderies: Representació a Trans-Empordà on es potencia el transport de mercaderies en l'àmbit europeu.
Auditories: Col·laboració amb l’empresa TKS Outsourcing Group tant en la realització d’auditories d’estoc de concessionaris com d’auditories d’Estàndards de marques automobilístiques.
ll.freixa@gmail.com
telèfon: 629 770 711
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)
A eFoodPrint desenvolupem software i serveis dirigits al sector agrícola. L’objectiu principal d’eFoodPrint és facilitar eines de software per a digitalitzar la informació, facilitar l’anàlisi de resultats i obtenir prediccions amb eines de Big Data.
Treballem per a cooperatives agràries, empreses productores, empreses de distribució de fitosanitaris i consultores.
http://efoodprint.com/
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)
Eduard Caula Paretas
Advocat col·legiat ICAG amb número 3531
Llicenciat en Dret, graduat en estudis jurídics, post-grau en mediació, civil mercantil i concursal. Grau de Criminologia en curs.
20 anys d'experiència laboral en l'àmbit de l'Administració Pública autonòmica i local.
http://www.lexduo.cat
FiL Arquitectura Tècnica, som dos professionals de l’arquitectura tècnica que realitzen les tasques atribuïdes en el marc de la llei LOE 38/1999. Tant sigui com a Director de l’execució de l’obra, com a tècnic integrant de la direcció facultativa d’una obra en construcció, dirigint l’execució material i duent a terme el control de qualitat; com també realitzant projectes de determinades obres de construcció, rehabilitació, reparació, adaptació i consolidació d’edificis construïts, tenint en compte el marc de la llei que ho estableix.
Per altra banda també es desenvoluparan tasques relacionades amb la seguretat i salut a les obres de construcció, desenvolupant la coordinació de seguretat i salut. Així com també treballs de topografia com ara aixecaments i replantejos.
fil@aparellador.cat
Telèfon: 667 011 357
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)
Som un grup de professionals del sector industrial dedicats a la digitalització de les empreses. Utilitzant diferents sistemes de la informació i mitjançant el tracte proper amb els clients, aconseguim donar solucions personalitzades per millorar la productivitat de les empreses de qualsevol sector.
Dissenyem els sistemes i xarxes que habiliten la indústria 4.0 mitjançant la nova corrent tecnològica dels dispositius connectats loT podem adquirir informació valuosa dels processos industrials de qualsevol localització. Poder recopilar aquesta informació rellevant i presentar-la correctament és clau per poder ajudar a la presa de decisions.
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